Business_A-level_Edexcel
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1-marketing-and-people
1-1-meeting-customer-needs3 主题 -
1-2-market5 主题
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1-3-marketing-mix-and-strategy5 主题
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1-4-managing-people5 主题
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1-5-entrepreneurs-and-leaders6 主题
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2-managing-business-activities2-1-raising-finance4 主题
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2-2-financial-planning4 主题
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2-3-managing-finance3 主题
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2-4-resource-management4 主题
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2-5-external-influences3 主题
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3-business-decisions-and-strategy3-1-business-objectives-and-strategy4 主题
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3-2-business-growth4 主题
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3-3-decision-making-techniques4 主题
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3-4-influences-on-business-decisions4 主题
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3-5-assessing-competitiveness3 主题
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3-6-managing-change3 主题
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4-global-business4-1-globalisation5 主题
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4-2-global-markets-and-business-expansion5 主题
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4-3-global-marketing3 主题
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4-4-global-industries-and-multinational-corporations3 主题
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5-exam-technique5-1-the-exam-papers4 主题
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5-2-business-studies-skills1 主题
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5-3-structuring-your-responses5 主题
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6-pre-release-preparation2025-pre-release-music-industry9 主题
2-2-3-break-even
Using the contribution to calculate the break-even point
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The contribution value is used to calculate the break-even point
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The break-even point is where total revenue earned for a product is exactly equal to its total costs and where the business is making neither a profit nor a loss
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It is calculated using the formula
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The break-even point is expressed in units (e.g. the number of scented candles)
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Identifying the break-even point allows a business to understand how many items it needs to produce and sell to cover all costs before it starts to make a profit
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Each subsequent unit sold past this point will generate profit for the business
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Worked Example
Cost and revenue data for Canterbury Glamping
|
Cost/revenue |
Cost (£) |
|---|---|
|
Revenue per pod per night |
95 |
|
Variable costs per pod per night |
19 |
|
Annual fixed costs |
55,000 |
Using the information in the table, calculate how many pods need to be occupied each month for Canterbury Glamping to break even. [4]
Step 1: State the formula to calculate the break-even point
[1]
Step 2: Calculate the contribution
[1]
Step 3: Apply the formula to calculate the break-even point
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